AbstractWe prove that the q-Stancu–Faber polynomials, q>1, attached to a compact set G⊂C and to an analytic function on G, can represent good alternatives to the partial sums of the Faber series attached to the same function and subset, both giving the geometric progression order of approximation q−n
The aim to be attained is study of properties of superconvergence and universality of series based o...
Abstract. We use the approximation properties of the Faber poly-nomials to obtain some direct theore...
We present alternative, q-hypergeometric proofs of some polynomial analogues of classical q-series i...
AbstractWe prove that the q-Stancu–Faber polynomials, q>1, attached to a compact set G⊂C and to an a...
Walsh introduced a generalisation of Faber polynomials to certain compact sets which need not be con...
AbstractThis paper deals with approximating properties and convergence results of the iterates for c...
We use the approximation properties of the Faber polynomials to obtain some direct theorems of the p...
RésuméDans la théorie d'approximation figurent en particulier les problèmes d'approximation de compa...
Abstract. For a compact set K which is the closure of a Jordan domain, the Faber operator provides a...
AbstractThe approximation of functions by Müntz polynomials pn(x) = ∑v=0navxλv, nϵN, is studied. Con...
A generalized approximation scheme via a sequence (p(,n)) of properties on a Banach space X is intro...
AbstractIn this paper, we investigate convergence and approximation properties of a Chlodowsky type ...
AbstractWe consider uniform polynomial approximation on [ −1, 1]. For the class of functions which a...
Let G be finite Jordan domain bounded a Dini smoth curve ? in the complex plane C. We investigate th...
This paper is concerned with a generalization of the Bernstein polynomials in which the approximated...
The aim to be attained is study of properties of superconvergence and universality of series based o...
Abstract. We use the approximation properties of the Faber poly-nomials to obtain some direct theore...
We present alternative, q-hypergeometric proofs of some polynomial analogues of classical q-series i...
AbstractWe prove that the q-Stancu–Faber polynomials, q>1, attached to a compact set G⊂C and to an a...
Walsh introduced a generalisation of Faber polynomials to certain compact sets which need not be con...
AbstractThis paper deals with approximating properties and convergence results of the iterates for c...
We use the approximation properties of the Faber polynomials to obtain some direct theorems of the p...
RésuméDans la théorie d'approximation figurent en particulier les problèmes d'approximation de compa...
Abstract. For a compact set K which is the closure of a Jordan domain, the Faber operator provides a...
AbstractThe approximation of functions by Müntz polynomials pn(x) = ∑v=0navxλv, nϵN, is studied. Con...
A generalized approximation scheme via a sequence (p(,n)) of properties on a Banach space X is intro...
AbstractIn this paper, we investigate convergence and approximation properties of a Chlodowsky type ...
AbstractWe consider uniform polynomial approximation on [ −1, 1]. For the class of functions which a...
Let G be finite Jordan domain bounded a Dini smoth curve ? in the complex plane C. We investigate th...
This paper is concerned with a generalization of the Bernstein polynomials in which the approximated...
The aim to be attained is study of properties of superconvergence and universality of series based o...
Abstract. We use the approximation properties of the Faber poly-nomials to obtain some direct theore...
We present alternative, q-hypergeometric proofs of some polynomial analogues of classical q-series i...
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